- Averaging and the shape of the correlation function
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Averaging and the shape of the correlation function

  1. Tomášik, Boris, 1972-

    Averaging and the shape of the correlation function / Boris Tomášik, Jakub Cimerman, Christopher Plumberg. -- A brief pedagogical introduction to correlation femtoscopy is given. We then focus on the shape of the correlation function and discuss the possible reasons for its departure from the Gaussian form and better reproduction with a Levy stable distribution. With the help of Monte Carlo simulations based on asymmetric extension of the Blast-Wave model with resonances we demonstrate possible influence of averaging over many events and integrating over wide momentum bins on the shape of the correlation function. We also show that the shape is strongly influenced by the use of the one-dimensional parametrisation in the q(inv) variable.

    In Universe. -- Basel : Multidisciplinary Digital Publishing Institute, 2019. -- ISSN 2218-1997. -- Vol. 5, no. 6 (2019), pp. [1-11]
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